HyperlogProcedures are Maple procedures to handle single-valued hyperlogarithms on the puncturedcomplex plane. A main application is calculations in Quantum Field Theory, in particular in phi^4 theory.The Maple package contains the seven loop results for dimensionally renormalized O(n) symmetricphi^4 theory in the minimum subtraction scheme. HyperlogProcedures also has some of the functionalityof its predecessors zeta_procedures and polylog_procedures.The latest version is 0.2, February 9, 2018.